Various local absorbing boundary conditions are implemented in the TLM method and their corresponding reflections are compared as a waveguide termination. The instability in different ABCs is discussed and reflections from the terminating walls are computed. An improvement for the matched terminatio
Improvement in the slotted wall boundary condition by numerical methods
โ Scribed by Charlie H. Cooke
- Publisher
- Elsevier Science
- Year
- 1980
- Tongue
- English
- Weight
- 402 KB
- Volume
- 22
- Category
- Article
- ISSN
- 0378-4754
No coin nor oath required. For personal study only.
โฆ Synopsis
The constant coefficient in the classical slotted waZl boundary condition is expressed as a line integral of the slot-induced, rapidly varying velocity. Aerodynamic panel methods which employ a vector continuous Loading concept in order to minimize panel Zeakage are used to compute the inviscid flow through periodic slots, from which the slotted wall coefficient is evaluated by means of nzunerical integration. This approach is expected to yield improved resuZts, inasmuch as no idealizations in slat geometry are required. For the first time, the method affords the capability to obtain insight into the effects upon the slotted wall coefficient of minor alterations in slat shape, such as geometry changes which leave invariant the openness and thickness ratios. The coefficient is numerically evaluated for slat shapes typical of test section design.
๐ SIMILAR VOLUMES
The paper investigates the accuracy and numerical stability of a class of wavelet Galerkin formulations on irregular domains. The method of numerical boundary measures is based upon a domain embedding strategy in which the irregular domain of interest is embedded in a larger domain having regular ge
This work proposed a non-equilibrium mirror-reflection scheme to implement thermal boundary conditions for the two-distribution lattice Boltzmann method (TLBM). The study showed that the most popular non-equilibrium bounce-back scheme would become inadequate when the predictions of temperature gradi
This paper concerns the direct numerical evaluation of singular integrals arising in Boundary Integral Equations for displacement (BIE) and displacement gradients (BIDE), and the formulation of a Traction Boundary Integral Equation (TBIE) for solving general elastostatic crack problems. Subject to c
Generalized wall functions in application to high-Reynolds-number turbulence models are derived. The wall functions are based on transfer of a boundary condition from a wall to some intermediate boundary near the wall (usually the first nearest to the wall mesh point but that is not obligatory). The